he L-shaped beam AB is resting on a smooth surface at A and supported by the collar at B which in turn is resting on a smooth rod built into the floor and wall supports as shown in Fig 3. Four loads and two moments of couples act on the beam as shown in Fig. 3. Calculate the reactions at the supports A and B. Neglect the thickness of the beam.

Q: A cantilever beam is supported at B by cableBC. The beam carries a uniform load q = 200 N/m.If the…

A: Let us suppose that there is no cable at the end B of the beam, thus the deflection of point B in…

Q: Draw a free body diagram for the beam below. Compute the reaction force at point A (RA) and at point…

A: In the given figure, an overhanging beam is supported by a hinge support and a roller support.Two…

Q: The cantilevered beam is loaded as shown. Determine the reactions on the beam at the wall.

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Q: (3) What are the reactions at point A for beam AB if the rope around the pulley at point B is…

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Q: 6. The beam shown carries vertical loads. Calculate the reaction at each support. Neglect the weight…

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Q: The system shown has a pin at A and a roller at B. If the moment, M = 289 ft-lb (CW), the force, F =…

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Q: 4- Calculate the reactions at supports A and B of the beam shown below.

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Q: The  550-kg uniform beam is subjected to the three external loads shown. Compute the reactions at…

A: Consider the free body diagram as shown below for the given beam.   From the horizontal equilibrium…

Q: A 10kN -2m- B 36.87° 1m 30 kN ct -1m- 20 kN/m D 1.5m- E 54 kNm -3 m-

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Q: Consider the frame shown in . Suppose that F = 450 N. B X 2 m 3 m 600 N·m 4 m

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Q: For the bent wire form shown, determine the support reactions at point A. 100 lb 8 in 3 in 6 in

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Q: 4.31 A beam supports a nonuniformly distributed load as shown. Calculate the reaction at each…

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Q: :for the figure shown below, calculate the reactions at the point O 30° 15 kN-m 3 kN A B 1.4 kN F1.2…

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Q: Compute the reaction force at point A (RA) and at point B

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Types of loading

In mechanical terminology, the term load indicates that external force/weight, either constant or variable, acts on a mechanical member/structure. The weight of an object of a specific material is also an external load, and the external force that works on a structure comes under the categories of loading. The external load generates its effects as stress and strain in the structure.